The formalism to extract the distributions from a TDGCM+GOA evolution was
presented in [1]}, [2]}, [3]}, we only recall below
the most important elements of the calculation. The (primary) yield of a
fragment \((Z_{\rm f}, N_{\rm f})\)  is the probability
\(Y(Z_{\rm f}, N_{\rm f}) = 100 \big [\mathbb {P}(Z_{\rm f},N_{\rm f} | Z,N)+\mathbb {P}(Z-Z_{\rm f},N-N_{\rm f} | Z,N)\big ],\) 
